What ratio of Fibonacci numbers did we start to get a constant of 1.61803?

Q: The common ratio is 0.75 and the fourth term is 729. Find the first three terms.

A: Given that r= common ratio=0.75

Q: Im in Algerbra B and I need help to understand the Golden Ratio

A: The irrational number 1.6180339887… is called the golden ratio.

Q: sgeometric. If it is, find the common ratio ive formula, and the three terms in the seq

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Q: Use Euler's theorem to Find the last two digits of 172002

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Q: Suppose that you have a task of measuring the lengths of a bridge and a rivet and come up with 9996…

A: True error : true value - approximation. True error in Length of bridge: 1000 - 9996= 4 cm

Q: Prove the Rodrigue's formula ?

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Q: Insert the indicated geometric means between the pair of numbers. Show your solution in finding the…

A: Insert the indicated geometric means between the pair of numbers. 16 and 81 (3)

Q: An approximate value of PI is given as 3.1428571 and its true value

A: Sol

Q: Derive Newton's divided differences interpolation formula Jo 10:4

A: Solution :-

Q: Length (cm) Length (in) 7+ 0.05 Object* Ratio: cn ork 17.78 +0.127 Luler Iome door 30.48 ±0.127 12 +…

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Q: m is divided into two pieces and the pieces are bent into a square and a circle. How many meters of…

A: For this problem, first we need to make square and circle with respect to length and radius.

Q: Suppose we roll a six-sided die 10 times, and let X be the number of rolls where the die at least 5.…

A: Given that, We roll a six-sided die 10 times, and let X be the number of rolls where the die at…

Q: The exact value of csc is: 3

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Q: How evident is golden ratio in human body?

A: The objective is to explain the evidence of golden ration in human body.

Q: on 3 of 9 cies empt History Correct. y method to determine whet

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Q: What is the approximate change in the area of a triangle of base 10 inches and altitude 17 inches if…

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Q: 1. If the ratio of the ages of Kissi and Esinam is 3:5 and that of Esinam and Lariba is 3:5 and the…

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Q: In a clear discussion, what is simpson's 1/3 rule and how to solve

A: I am attaching image so that you understand each and every step.

Q: Which one of these rectangles most accurately demonstrates the golden ratio? 1.

A: Query-  Which one of the following rectangle most demonstrates the golden ratio.

Q: To test the equality of two proportions, you would use a(n).... test Chi-square

A: To find which test do we use to test the equality of two proportions.

Q: When comparing the ratio of 92 to 97, Luciano calculated . Is Luciano correct, and why or why not? O…

A: Given:    Ratios of 92 to 97      This is written as 9297  This is in the form of aman=am-n

Q: vided according to the golden ratio, with the smaller piece having a length of 8 meters. What is the…

A: by using formula we find that entire line is equal to 20.944 metres. here, i am providing

Q: the index value according to Marshall formula Weigworth is

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Q: The approximate value of the expression cosh(-In 5) is given by

A: We have to find approximate value of the expression cosh -ln5. We know from definition of hyperbolic…

Q: The golden ratio is commonly called the Greek ratio. O True O False

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Q: use a calculator to find the approximate value of each expression rounded to two decimal places.

A: arccot-5=2.72105…

Q: Question 5. Express the number 1.234567 as a ratio of integers.

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Q: A line segment is divided in two​ segments, such that the ratio of the long segment to the short…

A: We have given,A line segment divided into two segments. Such that ratio of long segment to short…

Q: 1. The minute hand of a clock is 5 cm long. Through what distance does the tip of the minute hand…

A: As per our guidelines we can help you in solving only first problem rest of the problems you have to…

Q: 11. Determine the length of x. (not drawn to scale) 9.

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Q: How many degrees does the minute hand of the clock go through between 6:00 pm and 6:00 am? show work

A: It is clock problem.

Q: What is the relationship of golden ratio to the Fibonacci numbers?

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Q: Name one thing in nature that is related to phi (the golden ratio, about 1.618).

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Q: Using Euler’s Theorem, find the last two digits of 4444^3333

A: Let us find the last two digit of the given expression by using Euler's Theorem in the next steps.

Q: 6. - fycos ydy

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Q: the ratio EXpress the num ber 1.2423 two integers as of

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Q: Suppose that you have a task of measuring the lengths of a bridge and a rivet and come up with 9999…

A: I am attaching image so that you understand each and every step.

Q: Which of the following ratios is closest to the golden ratio? 35 20 18

A: We have to find the closest to golden ratio

Q: Which one of these rectangles most accurately demonstrates the golden ratio?

A: Explanation:- A rectangle where, if you cut off a square (side length equal to the shortest side of…

Q: Part 2 out of 4 b. Approximate 0.601 by using only the leading nonzero digit: Approximate 0.601 by…

A: Given: The given number is 0.601. The leading Non zero digit in 0.601 is 6. In 0.601, 0.6 is…

Q: io 4) If Florence wants to stock 144 T-shirts and the - ratio of white, plain colored, and printed…

A: Number of T-shirts Florence wants to stock = 144 Given that white : plain : printed T-shirt…

Q: ind th

A: Given that: Length of arc, L=30 ft                    Radius of circle, R=10 ft…

Q: A meterstick is to be cut into two parts, how long should each part be so that a golden ratio is…

A: Length of the stick =1 m Let, length of the longer piece =x m and then the length of the shorter…

Q: A line is subdivided according to the golden ratio, with the smaller piece having a length of 8…

A: Solution

Q: . A pendulum swings through an angle of 9o each second. If the pendulum is 14 cm in length  and the…

A: To find the area covered by each complete swing

Q: How will you explain to your younger sibling or any young person the special role of the Fibonacci…

A: SEEDS HEADS :- Spiraling patterns of seed heads, as seen in case of sunflowers, are a great example…

Q: What is the most fascinating occurrence of the Golden Ratio? Why? Discuss.

A: The golden ratio is a mathematical term given to the phenomena of when two lengths, when divided via…

Q: Provide five pictures that exhibit the concept of Golden Ratio and explain how the pictures exhibit…

A: Provide five pictures that exhibit the concept of golden ratio and explain how the pictures exhibit…

Q: Construct 3 different ratios of the whole numbers that reduce to the golden ratio

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Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.